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-1 points

Actually as weird as those names look, they all make sense…

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1 point

I hate when people say stuff like this and then never elaborate why.

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9 points
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The name HD 189733 b is derived from the naming convention used for astronomical objects. Let’s break it down:

  • HD: HD stands for Henry Draper Catalogue, which is a stellar catalog containing information about thousands of stars. It was compiled by Annie Jump Cannon and her colleagues in the late 19th and early 20th centuries.
  • The number represents the specific star in the Henry Draper Catalogue. In this case, HD 189733 refers to the star around which the exoplanet was discovered. The number of the star has no meaning outside of that it was the 189733rd catalogued one in HD’s catalogue
  • The letter “b” is used to designate the first known planet orbiting the star. (a is for stars) If additional planets were discovered in the same system, they would be labeled with subsequent letters in alphabetical order (e.g., HD 189733 c, HD 189733 d, and so on).

Therefore, HD 189733 b signifies the first planet discovered orbiting the star HD 189733. This naming convention allows astronomers and researchers to identify and differentiate between different planets and their host stars in a systematic manner.

TOI 849 b is TESS Object of Interest’s 849th discovery of interest. The numbers are essentially arbitrary outside of that numbers before them have already been taken.

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1 point
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What if it is a 2 star system? A and b etc. is taken. HD 189733 is good the first star, then we find the second… HD189733 AA?

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1 point

Hell yea. This is the content I came here for. Thanks for the explanation.

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2 points

Well you see it’s because

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-7 points

There are an estimated 400 billion stars in the milky way galaxy and an estimated 2 trillion galaxies in the observable universe. It would not be reasonable or even possible to give every star a unique alphabetical name even for all the known languages in history.

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1 point

We just need to combine words of different languages. Is there are 100 languages with 10’000 words each, that gives us … Overflow number of options. Thank you windows calculator, who needs arbitrary precision anyway. 10^20’000 is a big number tho.

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Memes

!memes@lemmy.ml

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